KayneR
Structural
- Jul 10, 2017
- 6
Hi there,
We have a client wanting to seismically upgrade their unreinforced masonry building.
The building is a shop so has long shear walls on 3 of the sides and is open along the front.
We propose that we put in a large stiff portal frame along the front of the building to give it lateral stiffness.
We designed the portal based on a 0.4s period. (based on AS/NZS1170.5 this will yield a conservative result as the loads are at a maximum until this point).
The deflection of the portal at the ultimate EQ load is such that it will not exceed half the thickness of the wall. (over half the wall thickness will likely lead to failure of the wall)
But using Rayleighs formula for period, T = (∑▒〖(Fidi)〗^2 )/(g∑▒(Widi)^2 ). F is the force at level I, d is the displacement at level I, W is the weight of the structure at level I and g is gravity.
We end up with periods of the structure exceeding 1.3 seconds (for a two storey URM building this seems excessive).
We can connect all the out of plane wall loads to the portal and the rear wall.
Does anyone know of any research about retrofitting steel inside URM buildings and the resultant period? or can anyone point out flaws in my logic so that I can learn from this?
Keen to hear what people have done in the past also.
We have a client wanting to seismically upgrade their unreinforced masonry building.
The building is a shop so has long shear walls on 3 of the sides and is open along the front.
We propose that we put in a large stiff portal frame along the front of the building to give it lateral stiffness.
We designed the portal based on a 0.4s period. (based on AS/NZS1170.5 this will yield a conservative result as the loads are at a maximum until this point).
The deflection of the portal at the ultimate EQ load is such that it will not exceed half the thickness of the wall. (over half the wall thickness will likely lead to failure of the wall)
But using Rayleighs formula for period, T = (∑▒〖(Fidi)〗^2 )/(g∑▒(Widi)^2 ). F is the force at level I, d is the displacement at level I, W is the weight of the structure at level I and g is gravity.
We end up with periods of the structure exceeding 1.3 seconds (for a two storey URM building this seems excessive).
We can connect all the out of plane wall loads to the portal and the rear wall.
Does anyone know of any research about retrofitting steel inside URM buildings and the resultant period? or can anyone point out flaws in my logic so that I can learn from this?
Keen to hear what people have done in the past also.